Question

C=50мкф w=5000ну l=?

Answer 1

ω=1/√(L*C)

L=1/(C*ω²)=1/(50*10^-6*25*10^12)=8*10^-8 Гн

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Answer 2

It seems like you have provided values for capacitance (C), angular frequency (w), and inductance (L), and you're looking for the value of inductance (L). However, there seems to be an issue with the units you provided for capacitance and angular frequency.

1. Capacitance (C) is given as 50мкф. The unit "мкф" is not recognized. It's possible that you meant "50 µF," where µ represents the micro symbol, which is equivalent to 10^-6 Farads.

2. Angular frequency (w) is given as 5000ну. The unit "ну" is also not recognized. If you meant "5000 Hz" for the angular frequency, then w = 5000 * 2π rad/s ≈ 31415.93 rad/s.

Assuming the above corrections, we can proceed to calculate the inductance (L) using the formula:

w = √(1 / (LC))

Where: w = angular frequency (in radians per second) L = inductance (in Henrys) C = capacitance (in Farads)

Let's calculate the inductance (L):

w = 31415.93 rad/s (from 5000 Hz) C = 50 µF = 50 * 10^-6 F

Now, rearranging the formula to solve for L:

L = 1 / (C * w^2) L = 1 / (50 * 10^-6 * (31415.93)^2) L ≈ 1 / (50 * 10^-6 * 987071113.41) L ≈ 1.013 H

So, the inductance (L) is approximately 1.013 Henrys.